Linear algebra

sam3009 Posts: 1, Reputation: 1

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Jul 18, 2012, 11:56 AM

Linear algebra

Show by example that its not always true that if (v1 ,v2,. vk) is a basis for V ,then {T(v1 ) , T(v2),. T(vk)} is a basis for T(V)

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Does anyone remember solving systems of equations using Gauss-Jordon Elimination Process? Example: 2x+y+z-2w+1 3x-2y+z-6w+-2 :confused:

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